2000•Journal of Real Estate Portfolio ManagementRequires access

Asset Allocation in a Downside Risk Framework

Tien Foo Sing, Seow Eng Ong

Open publisher page 329 citations

Abstract

Executive Summary. The traditional Markowitz portfolio optimization has two serious drawbacks. First, mean-variance portfolio optimization is inadequate when asset returns are skewed. Second, investor risk aversion is ignored. A more efficient measure of risk that focuses only on the deviation below a pre-specified target rate of return is defined in a generalized lower partial moment (LPM) framework. The concepts of LPM and co-LPM, a downside measure of the covariance of return, are extended to Markowitz's model to provide a more efficient and robust optimization process. This article demonstrates that downside risk models can be easily implemented using spreadsheet programs and illustrates how investor risk aversion can be incorporated into a downside risk asset optimization model.

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What this paper is about

Executive Summary. The traditional Markowitz portfolio optimization has two serious drawbacks. First, mean-variance portfolio optimization is inadequate when asset returns are skewed. Second, investor risk aversion is ignored. A more efficient measure of risk that focuses only on the deviation below a pre-specified target rate of return is defined in a generalized lower partial moment (LPM) framework. The concepts of LPM and co-LPM, a downside measure of the covariance of return, are extended to Markowitz's model to provide a more efficient and robust optimization process. This article demonstrates that downside risk models can be easily implemented using spreadsheet programs and illustrates how investor risk aversion can be incorporated into a downside risk asset optimization model.

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Available abstract

Executive Summary. The traditional Markowitz portfolio optimization has two serious drawbacks. First, mean-variance portfolio optimization is inadequate when asset returns are skewed. Second, investor risk aversion is ignored. A more efficient measure of risk that focuses only on the deviation below a pre-specified target rate of return is defined in a generalized lower partial moment (LPM) framework. The concepts of LPM and co-LPM, a downside measure of the covariance of return, are extended to Markowitz's model to provide a more efficient and robust optimization process. This article demonstrates that downside risk models can be easily implemented using spreadsheet programs and illustrates how investor risk aversion can be incorporated into a downside risk asset optimization model.

Key concepts: Downside risk, Portfolio optimization, Economics, Spectral risk measure, Asset allocation, Portfolio, Modern portfolio theory, Risk measure

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